%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NEW_LandslideDosDonts_11x17_V3
2020-08-11T11:02:16-07:00
2020-08-11T11:02:16-07:00
2020-08-11T11:02:16-07:00
Adobe Illustrator 24.2 (Macintosh)
184
256
JPEG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=
uuid:d6581234-8068-8c4d-83da-cc066e77a12e
xmp.did:768173c2-1f1f-4018-becf-fb54c5a62040
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b87170ab-e6c1-8148-aaff-b1b06e15ba34
xmp.did:e1372e2b-1df6-4eac-8f8c-8530183c2520
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:dd4867af-fbac-b24a-aa74-6e58cb12c540
2020-02-12T11:38:21-08:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:768173c2-1f1f-4018-becf-fb54c5a62040
2020-08-11T11:02:13-07:00
Adobe Illustrator 24.2 (Macintosh)
/
EmbedByReference
SDCI logo white.png
SDCI logo white.png
Print
Adobe Illustrator
False
True
1
11.000000
17.000000
Inches
Cyan
Magenta
Yellow
Black
R=154 G=158 B=22 copy 4
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=154 G=158 B=22 copy 4
SPOT
100.000000
CMYK
22.000000
4.000000
4.000000
0.000000
R=154 G=158 B=22 copy 2
SPOT
100.000000
CMYK
80.000001
25.000000
100.000000
10.000000
R=154 G=158 B=22 copy 5
SPOT
100.000000
CMYK
5.000000
25.000000
76.999998
0.000000
R=154 G=158 B=22 copy 3
SPOT
100.000000
CMYK
9.000000
85.000002
44.999999
0.000000
R=154 G=158 B=22 copy
SPOT
100.000000
CMYK
97.000003
81.999999
0.000000
0.000000
PANTONE 7499 C
SPOT
100.000000
LAB
90.980400
-1
26
PANTONE 7508 C
SPOT
100.000000
LAB
77.647102
10
35
PANTONE 7511 C
SPOT
100.000000
LAB
56.470600
22
52
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 792.0 1224.0]/Type/Page>>
endobj
12 0 obj
<>stream
Hَ$E+%jdła?ai d0sY]KB$IFܸqyOOÏß~nM5CK?#n|=DFe0{Rζ߇5Z槷˴0R1/}b[ڶ)T[9X7
#62LKew)Ɇ01zi8!_.?nˉ/1rh5a.!Yxh̿/;-?{Lje5iJ2v#o(y1
~[-vHaֹx͟gml6 8l?S5ۡUT@A0j!αu|qWxL\gUP`رBưNx>U)u2}+N߃`OBG̃3c=:N%apXac9O'ڵDć] .fh>18Th>S>3
4IdVQ˙B06֧mc1NldNBFP{gKh{Ov!LPcr#iߡP %jpb@Fأ=a6kH6b#3Q#6n-tI` rR,tv4)V/[9_*סQT2n7
pI2@ Ut9FJl4(:RXZi>W]uqp|0wHWpRX=f5W[U28(0ɊB*pnaTR`R]LH(
uvJ#ҜDEAY͇ڜ*˩7 6C_LfpL-7`7'wt3^CP˞h|tQ^P\ *3
F1>ꔙ,&\gMf2p)JV/Ъ.Ң%Y`ifO4O&[E$ގHO$ڞ0ht@N*},`X]#? 钊~HQJ'?Vd Eyl",l>^
|0ݝߝ{ pKrXɼj{G~S .kM-ZTFCyyZ*5P`JoHk))qb&dZ{W&0l}
+a"DѮԑ@iA譙ʏiHgv±1ẗPהo<^7
q[K.n]>-)INn*ty eIQ`mxڴK=]
TW
_[
Iw=KTƪ+6YR
^wIWEĦ`.j#(lHAg$F`j j-Z
}#3kʬ8OoդrGo0DwN{O[BZ&8rZ`.=5??MäZ -r뚕]%*^֫1+ֽǶƮPq+Ţ+5MκݒtAC`33#;YUȯ$x94)k1<(UczB?tTbF/y1 tr^baK$ʨ_<@4ҩ8xv*z
E3